Time Dilation - Darth Vader's age

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Homework Help Overview

The discussion revolves around a physics problem related to time dilation, specifically examining the age of a character, Darth Vader, based on relativistic travel speeds. The scenario involves calculating age differences due to traveling at a significant fraction of the speed of light.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants review the original poster's calculations and question the value used for the speed of light. There is an acknowledgment of a potential error in the original poster's work regarding the constant.

Discussion Status

The discussion is ongoing, with participants providing feedback on the calculations. There is a focus on correcting specific values used in the calculations, but no consensus has been reached regarding the overall solution.

Contextual Notes

Participants note that the travel speed mentioned may not realistically allow for leaving the galaxy, which raises questions about the assumptions made in the problem setup.

aatari
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Can someone kindly review my solution to see if I did it correctly. This is an assignment question.

Homework Statement


If Darth Vader was 50 years old when he left his galaxy in 2007, how old would he be if he returned in 2025 if he had traveled at a rate of 2.8 × 108 m/s?

Homework Equations


upload_2018-4-27_20-29-50.png


The Attempt at a Solution


upload_2018-4-27_20-30-15.png
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Your work looks correct except for the value that you used for c.
 
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TSny said:
Your work looks correct except for the value that you used for c.
Great thank you. And I don't know why I used 3.8 instead of 3 for the value of C. I will correct that.
 
aatari said:

Homework Statement


If Darth Vader was 50 years old when he left his galaxy in 2007, how old would he be if he returned in 2025 if he had traveled at a rate of 2.8 × 108 m/s?
Note that if he traveled at that speed for 18 years, that would get him to the next star or two, perhaps, but he wouldn't be getting out of his galaxy!
 
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